This is a contribution to MG9 session BHT4. Certain geometrically distinguished frame on a non-expanding horizon and in its space-time neighborhood, as well as the Bondi-like coordinates are constructed. The construction provides free degrees of freedom, invariants, and the existence conditions for a Killing vector field. The reported results come from the joint works with Ashtekar and Beetle
In this thesis we discuss drawbacks of the event horizon which is defined glo- bally in spacetime an...
We consider spacetimes possessing a one-parameter group of isometries with a Killing horizon, N, i.e...
There are many logically and computationally distinct characterizations of the surface gravity of a ...
With the help of a generalized Raychaudhuri equation non-expanding null surfaces are studied in an a...
A general solution to the vacuum Einstein equations which admits the Ashtekar isolated horizon is ch...
We formulate conditions on the geometry of a nonexpanding horizon Delta which axe sufficient for the...
Symmetric non-expanding horizons are studied in arbitrary dimension. The global properties -as the z...
A set of boundary conditions defining isolated horizons (possibly with distortion and rotation) is i...
We consider space-times which in addition to admitting an isolated horizon also admit Killing horizo...
Abstract. We prove the existence of a Hawking Killing vector-field in a full neighbor-hood of a loca...
Abstract. We characterize a general solution to the vacuum Einstein equations which admits isolated ...
With the help of a generalized Raychaudhuri equation non-expanding null surfaces are studied in an a...
With the help of a generalized Raychaudhuri equation non-expanding null surfaces are studied in an a...
In this thesis we discuss drawbacks of the event horizon which is defined glo- bally in spacetime an...
In this thesis we discuss drawbacks of the event horizon which is defined glo- bally in spacetime an...
In this thesis we discuss drawbacks of the event horizon which is defined glo- bally in spacetime an...
We consider spacetimes possessing a one-parameter group of isometries with a Killing horizon, N, i.e...
There are many logically and computationally distinct characterizations of the surface gravity of a ...
With the help of a generalized Raychaudhuri equation non-expanding null surfaces are studied in an a...
A general solution to the vacuum Einstein equations which admits the Ashtekar isolated horizon is ch...
We formulate conditions on the geometry of a nonexpanding horizon Delta which axe sufficient for the...
Symmetric non-expanding horizons are studied in arbitrary dimension. The global properties -as the z...
A set of boundary conditions defining isolated horizons (possibly with distortion and rotation) is i...
We consider space-times which in addition to admitting an isolated horizon also admit Killing horizo...
Abstract. We prove the existence of a Hawking Killing vector-field in a full neighbor-hood of a loca...
Abstract. We characterize a general solution to the vacuum Einstein equations which admits isolated ...
With the help of a generalized Raychaudhuri equation non-expanding null surfaces are studied in an a...
With the help of a generalized Raychaudhuri equation non-expanding null surfaces are studied in an a...
In this thesis we discuss drawbacks of the event horizon which is defined glo- bally in spacetime an...
In this thesis we discuss drawbacks of the event horizon which is defined glo- bally in spacetime an...
In this thesis we discuss drawbacks of the event horizon which is defined glo- bally in spacetime an...
We consider spacetimes possessing a one-parameter group of isometries with a Killing horizon, N, i.e...
There are many logically and computationally distinct characterizations of the surface gravity of a ...